Reference Summary: This presentation is part of the IROS'20 Workshop on Bringing Geometric Methods to Robot Learning, Optimization and Control. Keynote by Stephan Weiss from the University of Klagenfurt at the "Equivariant Systems: Theory and Applications in

State Estimation Using Lie Symmetries -

This presentation is part of the IROS'20 Workshop on Bringing Geometric Methods to Robot Learning, Optimization and Control. Keynote by Stephan Weiss from the University of Klagenfurt at the "Equivariant Systems: Theory and Applications in Abstract: The course will be delivered on exact solutions of Einstein's field equations and their

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  • This presentation is part of the IROS'20 Workshop on Bringing Geometric Methods to Robot Learning, Optimization and Control.
  • Keynote by Stephan Weiss from the University of Klagenfurt at the "Equivariant Systems: Theory and Applications in
  • Abstract: The course will be delivered on exact solutions of Einstein's field equations and their
  • We show that the weight diagrams of SU(3) representations are symmetric under the group of
  • Join the Learning on Graphs and Geometry Reading Group: Paper “Automatic ...

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Image References

State estimation using Lie symmetries
navlie: a Python package for State Estimation on Lie Groups
Why study Lie theory? | Lie groups, algebras, brackets #1
Lie groups and Lie algebras: Weyl symmetry
Equivariant Theory in State Estimation | Stephan Weiss | Equivariant Systems @ RSS 2025
DILIGENT-KIO: A Proprioceptive Base Estimator for Humanoid Robots Using EKF on Matrix Lie Groups
Joan Solà - Lie theory for the Roboticist
IROS 2014: Using Lie algebra to estimate shape of medical snake robots
Automatic Symmetry Discovery with Lie Algebra Convolutional Network | Nima Dehmamy
"Lie Symmetries in General Relativity"  by Prof. Khalid Saifullah (Part 1/4)
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State estimation using Lie symmetries

State estimation using Lie symmetries

Read more details and related context about State estimation using Lie symmetries.

navlie: a Python package for State Estimation on Lie Groups

navlie: a Python package for State Estimation on Lie Groups

This Python package has the goal of making it easier to test a variety of

Why study Lie theory? | Lie groups, algebras, brackets #1

Why study Lie theory? | Lie groups, algebras, brackets #1

Read more details and related context about Why study Lie theory? | Lie groups, algebras, brackets #1.

Lie groups and Lie algebras: Weyl symmetry

Lie groups and Lie algebras: Weyl symmetry

We show that the weight diagrams of SU(3) representations are symmetric under the group of

Equivariant Theory in State Estimation | Stephan Weiss | Equivariant Systems @ RSS 2025

Equivariant Theory in State Estimation | Stephan Weiss | Equivariant Systems @ RSS 2025

Keynote by Stephan Weiss from the University of Klagenfurt at the "Equivariant Systems: Theory and Applications in

DILIGENT-KIO: A Proprioceptive Base Estimator for Humanoid Robots Using EKF on Matrix Lie Groups

DILIGENT-KIO: A Proprioceptive Base Estimator for Humanoid Robots Using EKF on Matrix Lie Groups

This paper presents a contact-aided inertial-kinematic floating base

Joan Solà - Lie theory for the Roboticist

Joan Solà - Lie theory for the Roboticist

This presentation is part of the IROS'20 Workshop on Bringing Geometric Methods to Robot Learning, Optimization and Control.

IROS 2014: Using Lie algebra to estimate shape of medical snake robots

IROS 2014: Using Lie algebra to estimate shape of medical snake robots

Read more details and related context about IROS 2014: Using Lie algebra to estimate shape of medical snake robots.

Automatic Symmetry Discovery with Lie Algebra Convolutional Network | Nima Dehmamy

Automatic Symmetry Discovery with Lie Algebra Convolutional Network | Nima Dehmamy

Join the Learning on Graphs and Geometry Reading Group: Paper “Automatic ...

"Lie Symmetries in General Relativity"  by Prof. Khalid Saifullah (Part 1/4)

"Lie Symmetries in General Relativity" by Prof. Khalid Saifullah (Part 1/4)

Abstract: The course will be delivered on exact solutions of Einstein's field equations and their